1.000 5.000 -.151 1.000 5.000 -.589 -2.014 KESIMPULAN DAN SARAN

Observations farthest from the centroid Mahalanobis distance Group number 1 Observation number Mahalanobis d-squared p1 p2 27 24.744 .037 .930 69 23.699 .050 .869 58 23.325 .055 .749 1 23.093 .059 .595 11 21.126 .098 .831 41 20.820 .106 .767 33 20.338 .120 .749 46 18.557 .183 .956 37 18.070 .204 .963 68 17.974 .208 .937 44 17.461 .232 .954 26 17.315 .240 .935 60 17.308 .240 .889 36 17.105 .251 .869 56 16.933 .260 .843 65 16.861 .264 .786 8 16.526 .282 .806 5 16.195 .302 .826 21 16.065 .309 .791 66 15.623 .337 .849 6 15.506 .344 .818 25 15.389 .352 .783 61 15.222 .363 .764 16 15.159 .367 .706 53 15.001 .378 .683 28 14.914 .384 .630 15 14.851 .388 .563 45 14.792 .393 .494 40 14.760 .395 .413 7 14.567 .408 .409 39 14.539 .410 .331 38 14.509 .413 .261 59 14.121 .441 .345 23 13.715 .471 .450 32 13.661 .475 .383 9 13.640 .477 .306 12 13.588 .481 .248 19 13.548 .484 .193 18 13.432 .493 .169 50 13.166 .514 .198 20 13.004 .526 .190 17 12.843 .539 .183 4 12.823 .541 .131 70 12.737 .547 .106 22 12.685 .551 .077 29 12.398 .574 .099 30 12.390 .575 .064 24 12.355 .578 .042 67 12.311 .581 .028 49 11.816 .621 .067 54 11.804 .622 .041 34 11.400 .654 .074 57 11.338 .659 .052 2 11.230 .668 .040 10 11.115 .677 .031 47 10.904 .694 .032 3 10.629 .715 .040 55 10.312 .739 .054 52 10.036 .760 .063 31 9.932 .767 .045 42 9.774 .778 .036 48 9.763 .779 .017 62 9.531 .796 .016 14 8.478 .863 .139 43 8.002 .889 .199 13 7.461 .915 .285 63 7.279 .923 .207 64 6.628 .948 .290 35 6.090 .964 .280 51 5.715 .973 .149 Sample Covariances Group number 1 Y1.4 Y1.3 Y1.2 Y1.1 X3.1

X3.2 X3.3

X2.1 X2.2

X2.3 X2.4

X1.3 X1.2

X1.1 Y1.4 .918

Y1.3 .382 1.507 Y1.2 .582 .473 1.614 Y1.1 .390 .687 .554 1.666

X3.1 -

.163 .092 -.322 -.106 1.559

X3.2 -

.218 .141 -.326 -.166 .649 1.294 X3.3 - .043 .157 -.264 -.164 .729 .579 1.564 X2.1 .314 .191 .323 .326 -.143 -.126 -.186 1.383 X2.2 .212 .296 .343 .065 .053 .006 -.179 .931 1.412

X2.3 .218

.299 .343 .117 .080 .083 -.064 1.034 1.014 1.328 X2.4 .239 .178 .201 .059 .263 .098 .057 .591 .553 .527 1.050 X1.3 .053 -.076 .084 -.036 -.051 -.350 -.157 .454 .219 .259 .267 1.073 X1.2 .106 .031 .207 .045 .069 -.388 -.236 .303 .394 .293 .131 .425 1.078 X1.1 .145 -.108 .161 .162 .218 -.291 .143 .260 .232 .196 .107 .572 .450 1.162 Condition number = 21.966 Eigenvalues 4.779 3.066 2.562 1.853 1.142 .975 .872 .790 .648 .508 .475 .427 .295 .218 Determinant of sample covariance matrix = .228 Computation of degrees of freedom Default model Number of distinct sample moments: 55 Number of distinct parameters to be estimated: 23 Degrees of freedom 55 - 23: 32 Result Default model Minimum was achieved Chi-square = 85.909 Degrees of freedom = 71 Probability level = .110 Estimates Group number 1 - Default model Scalar Estimates Group number 1 - Default model Maximum Likelihood Estimates Regression Weights: Group number 1 - Default model Estimate S.E. C.R. P Label Y --- X2 .540 .262 2.066 .039 par_11 Y --- X3 -.395 .258 -1.529 .126 par_12 Y --- X1 -.157 .229 -.683 .494 par_13 X1.1 --- X1 1.000 X1.2 --- X1 .907 .250 3.620 par_1 X1.3 --- X1 1.083 .269 4.024 par_2 X2.4 --- X2 1.000 X2.3 --- X2 1.846 .394 4.684 par_3 X2.2 --- X2 1.728 .378 4.568 par_4 X2.1 --- X2 1.796 .382 4.708 par_5 X3.3 --- X3